Канал: Mathemagic by IBRAHIM SIR

Trick to remember sign in derivatives formulae

Trick to remember sign in derivatives formulae

Probability Distribution Technique | Introduction and Basic

Probability Distribution Technique | Introduction and Basic

Linear Differential Equation (Part 2) | Solution to Differential Equation | Differential Equation

Linear Differential Equation (Part 2) | Solution to Differential Equation | Differential Equation

Linear Differential Equation (Part 1) | Solution to Differential Equation | Differential Equation

Linear Differential Equation (Part 1) | Solution to Differential Equation | Differential Equation

Homogeneous Differential Equation | Solutions to Differential Equation| Differential Equation

Homogeneous Differential Equation | Solutions to Differential Equation| Differential Equation

Laplace of Derivatives | Laplace Transform

Laplace of Derivatives | Laplace Transform

Derivatives Shortcut Trick | Logarithmic Differentiation Shortcut Trick

Derivatives Shortcut Trick | Logarithmic Differentiation Shortcut Trick

Higher Order Derivatives | Derivatives | Differentiation

Higher Order Derivatives | Derivatives | Differentiation

Change of scale | Laplace Transform | Laplace

Change of scale | Laplace Transform | Laplace

Reducible to Varaible Seperable Form | Solutions to Differential Equation | Differential Equation

Reducible to Varaible Seperable Form | Solutions to Differential Equation | Differential Equation

Variable Separable Form ( VSF ) | Solution to Differential Equation | Differential Equation

Variable Separable Form ( VSF ) | Solution to Differential Equation | Differential Equation

Verifiying Solutions to Differential Equation | Differential Equation

Verifiying Solutions to Differential Equation | Differential Equation

Limits | Direct Method | Introduction

Limits | Direct Method | Introduction

Formation of Differential Equation | Differential Equation

Formation of Differential Equation | Differential Equation

Differential Equation | Order & Degree |

Differential Equation | Order & Degree |

Division by 't' property | Laplace Transform | Laplace

Division by 't' property | Laplace Transform | Laplace

Multiplication by t property | Laplace transform | Laplace

Multiplication by t property | Laplace transform | Laplace

First Shifting Theorem ( Property ) | Laplace transform | Laplace

First Shifting Theorem ( Property ) | Laplace transform | Laplace

Derivatives shortcut trick

Derivatives shortcut trick

Dirac Delta Function | Laplace

Dirac Delta Function | Laplace

Heaviside Function | Laplace | Laplace transform

Heaviside Function | Laplace | Laplace transform

Derivatives | Differentiation of one function wrt another function. | #Lecture 22

Derivatives | Differentiation of one function wrt another function. | #Lecture 22

Derivatives | Parametric Form ( Part 2 ) | #Lecture 21

Derivatives | Parametric Form ( Part 2 ) | #Lecture 21

Derivatives | Parametric Form ( Part 1 ) | #Lecture 20

Derivatives | Parametric Form ( Part 1 ) | #Lecture 20

Derivatives | Logarithmic Differentiation ( Part 3 ) | #Lecture 19

Derivatives | Logarithmic Differentiation ( Part 3 ) | #Lecture 19

Derivative shortcut trick | lmplicit Form | Super Shortcut Trick

Derivative shortcut trick | lmplicit Form | Super Shortcut Trick

Derivatives | Logarithmic Differentiation ( Part 2 ) | #Lecture 18

Derivatives | Logarithmic Differentiation ( Part 2 ) | #Lecture 18

Derivatives | Logarithmic Differentiation ( Part 1 ) | #Lecture 17

Derivatives | Logarithmic Differentiation ( Part 1 ) | #Lecture 17

Derivatives | Implicit Form ( Part 2 ) | #Lecture 16

Derivatives | Implicit Form ( Part 2 ) | #Lecture 16

Derivatives | Implicit Form ( Part 1 ) | #Lecture 15

Derivatives | Implicit Form ( Part 1 ) | #Lecture 15

Derivatives | Inverse Trigonometric Form ( Part 6 ) | #Lecture 14

Derivatives | Inverse Trigonometric Form ( Part 6 ) | #Lecture 14

Derivatives | Inverse Trigonometric Form ( Part 5 ) | #Lecture 13

Derivatives | Inverse Trigonometric Form ( Part 5 ) | #Lecture 13

Derivatives | Inverse Trigonometric Form ( Part 4 ) | #Lecture 12

Derivatives | Inverse Trigonometric Form ( Part 4 ) | #Lecture 12

Derivatives | Inverse Trigonometric Form ( Part 3 ) | #Lecture 11

Derivatives | Inverse Trigonometric Form ( Part 3 ) | #Lecture 11

Definite Integration Shortcut | Super Shortcut Trick

Definite Integration Shortcut | Super Shortcut Trick

Derivatives shortcut | Super Shortcut Trick

Derivatives shortcut | Super Shortcut Trick

Derivatives | Inverse Trigonometric Form ( Part 2 ) #Lecture 10

Derivatives | Inverse Trigonometric Form ( Part 2 ) #Lecture 10

Integration shortcut | Super Shortcut Trick

Integration shortcut | Super Shortcut Trick

Derivatives | Inverse Trigonometric From ( Part 1 ) | #Lecture 9

Derivatives | Inverse Trigonometric From ( Part 1 ) | #Lecture 9

Definite Integration shortcut | Super Shortcut Trick.

Definite Integration shortcut | Super Shortcut Trick.

Probability | Practice set 5.4 | Maharashtra State board | 10 std | #Lecture 5

Probability | Practice set 5.4 | Maharashtra State board | 10 std | #Lecture 5

Integration Shortcut | Integration by parts | Super Shortcut Trick

Integration Shortcut | Integration by parts | Super Shortcut Trick

Application of Definite Integration | Introduction and Basics | #Lecture 1

Application of Definite Integration | Introduction and Basics | #Lecture 1

Probability | Practice Set 5.3 | Maharashtra State board | 10 std | #Lecture 4

Probability | Practice Set 5.3 | Maharashtra State board | 10 std | #Lecture 4

Beta, Gamma Function | Gamma Function Type 1 | #Lecture 2

Beta, Gamma Function | Gamma Function Type 1 | #Lecture 2

Beta, Gamma Function | Gamma Function Type 2 | #Lecture 3

Beta, Gamma Function | Gamma Function Type 2 | #Lecture 3

Beta, Gamma Function | Gamma Function Type 3 | #Lecture 4

Beta, Gamma Function | Gamma Function Type 3 | #Lecture 4

Beta , Gamma Function | Introduction & Basics | #Lecture 1

Beta , Gamma Function | Introduction & Basics | #Lecture 1

Laplace | Introduction | #Lecture 1

Laplace | Introduction | #Lecture 1

Definite Integration | Properties of Definite Integratio | #Lecture 6

Definite Integration | Properties of Definite Integratio | #Lecture 6

Definite Integration | Properties of Definite Integration | #Lecture 5

Definite Integration | Properties of Definite Integration | #Lecture 5

Derivatives | Logarithmic Form | #Lecture 8

Derivatives | Logarithmic Form | #Lecture 8

Probability | Practice set 5.2 | Maharashtra State board | 10 std | #Lecture 3

Probability | Practice set 5.2 | Maharashtra State board | 10 std | #Lecture 3

Probability | Practice set 5.1 | Maharashtra State board | 10 std | #Lecture 2

Probability | Practice set 5.1 | Maharashtra State board | 10 std | #Lecture 2

Probability | Introduction | Maharashtra State board | 10 std |#Lecture 1

Probability | Introduction | Maharashtra State board | 10 std |#Lecture 1

Derivatives | Exponential Form | #Lecture 7

Derivatives | Exponential Form | #Lecture 7

Definite Integration | Properties of Definite Integration | #Lecture 4

Definite Integration | Properties of Definite Integration | #Lecture 4

Definite Integration | Evaluation of sums | #Lecture 3

Definite Integration | Evaluation of sums | #Lecture 3

Derivatives | U/V Rule | #Lecture 6

Derivatives | U/V Rule | #Lecture 6

Derivatives | U*V Rule | #Lecture 5

Derivatives | U*V Rule | #Lecture 5

Definite Integration | Evaluation of sums | #Lecture 2

Definite Integration | Evaluation of sums | #Lecture 2

Definite Integration | Introduction | #Lecture 1

Definite Integration | Introduction | #Lecture 1

DUIS ( Differentiation Under Integral Sign ) # Lecture 2

DUIS ( Differentiation Under Integral Sign ) # Lecture 2

DUIS ( Differentiation Under Integral Sign ) # Lecture 3

DUIS ( Differentiation Under Integral Sign ) # Lecture 3

DUIS ( Differentiation Under Integral Sign ) #Lecture 1

DUIS ( Differentiation Under Integral Sign ) #Lecture 1

SIMPSON'S (3/8)th RULE | Numerical Integration | #Lecture 4

SIMPSON'S (3/8)th RULE | Numerical Integration | #Lecture 4

SIMPSON'S ONE THIRD ( 1/3 ) RULE | Numerical Integration | #Lecture 3

SIMPSON'S ONE THIRD ( 1/3 ) RULE | Numerical Integration | #Lecture 3

Newton Raphson method | Numerical Method | Solutions to Algebraic Equation # Lecture 7

Newton Raphson method | Numerical Method | Solutions to Algebraic Equation # Lecture 7

TRAPEZOIDAL RULE | Numerical Integration | #Lecture 2

TRAPEZOIDAL RULE | Numerical Integration | #Lecture 2

INTEGRATION | Method by Partial Fraction | Type II |#Lecture 18

INTEGRATION | Method by Partial Fraction | Type II |#Lecture 18

INTEGRATION | Method by Partial Fraction | Type III | #Lecture 19

INTEGRATION | Method by Partial Fraction | Type III | #Lecture 19

INTEGRATION | Method by Partial Fraction | Type I | #Lecture 17

INTEGRATION | Method by Partial Fraction | Type I | #Lecture 17

Regula Falsi Method ( False Position Method ) | Numerical Method | Solution to Algebraic equation.

Regula Falsi Method ( False Position Method ) | Numerical Method | Solution to Algebraic equation.

INTEGRATION | UV rule | Method by parts | #Lecture 16

INTEGRATION | UV rule | Method by parts | #Lecture 16

Bisection Method | Numerical Method | Solution to Algebraic equation # Lecture 5

Bisection Method | Numerical Method | Solution to Algebraic equation # Lecture 5

INTEGRATION #Lecture 15 Form no. 11

INTEGRATION #Lecture 15 Form no. 11

Numerical Integration ( Introduction ) #Lecture 1

Numerical Integration ( Introduction ) #Lecture 1

Guass Seidel Method ( Numerical Method / Solution to Simultaneous Equation ) #Lecture 4

Guass Seidel Method ( Numerical Method / Solution to Simultaneous Equation ) #Lecture 4

JACOBI'S METHOD ( Numerical Method/Solution to Simultaneous Equation) #Lecture 3

JACOBI'S METHOD ( Numerical Method/Solution to Simultaneous Equation) #Lecture 3

Guass Elimination Method ( Numerical Method/Solution to Simultaneous Eqation) #Lecture 2

Guass Elimination Method ( Numerical Method/Solution to Simultaneous Eqation) #Lecture 2

INTEGRATION #Lecture 14 form no. 10

INTEGRATION #Lecture 14 form no. 10

INTEGRATION #Lecture 13 Form No. 9

INTEGRATION #Lecture 13 Form No. 9

INTEGRATION #Lecture 12 Form No. 8

INTEGRATION #Lecture 12 Form No. 8

INTEGRATION #Lecture 11 form no. 7

INTEGRATION #Lecture 11 form no. 7

INTEGRATION #Lecture 10 form no. 6

INTEGRATION #Lecture 10 form no. 6

Numerical Method / solution to algebraic equations / solution to simultaneous eqn. ( Introduction )

Numerical Method / solution to algebraic equations / solution to simultaneous eqn. ( Introduction )

INTEGRATION #Lecture 9 Form no. 5

INTEGRATION #Lecture 9 Form no. 5

INTEGRATION #Lecture 8 form no. 4

INTEGRATION #Lecture 8 form no. 4

COMPLEX NUMBER # Lecture 6 Polar Form

COMPLEX NUMBER # Lecture 6 Polar Form

INTEGRATION #Lecture 7 Method of Substitution

INTEGRATION #Lecture 7 Method of Substitution

COMPLEX NUMBER #Lecture 5 ( finding value of unknown )

COMPLEX NUMBER #Lecture 5 ( finding value of unknown )

COMPLEX NUMBER #Lecture 4 ( Modulus of Z)

COMPLEX NUMBER #Lecture 4 ( Modulus of Z)

INTEGRATION #Lecture 6 Rational Term ( Forrm no. 2 )/ Indefinite Integral

INTEGRATION #Lecture 6 Rational Term ( Forrm no. 2 )/ Indefinite Integral

COMPLEX NUMBER #Lecture 3 ( Separation of real & imaginary part)

COMPLEX NUMBER #Lecture 3 ( Separation of real & imaginary part)

COMPLEX NUMBER #Lecture 2 ( properties of i )

COMPLEX NUMBER #Lecture 2 ( properties of i )

INTEGRATION #Lecture 5 Special Case ( OTHER FORM : Form no. 1 )

INTEGRATION #Lecture 5 Special Case ( OTHER FORM : Form no. 1 )

Complex Number #Lecture 1 ( Introduction )

Complex Number #Lecture 1 ( Introduction )

INTEGRATION #Lecture 4 ( Evaluation of sums )/ Indefinite Integration.

INTEGRATION #Lecture 4 ( Evaluation of sums )/ Indefinite Integration.

INTEGRATION #Lecture 2 ( Rules for Simplification )/ Indefinite Integration

INTEGRATION #Lecture 2 ( Rules for Simplification )/ Indefinite Integration

INTEGRATION #Lecture 3 ( Composite function )/ Indefinite Integration

INTEGRATION #Lecture 3 ( Composite function )/ Indefinite Integration

INTEGRATION # lecture 1 ( introduction/concept/standard formulae)

INTEGRATION # lecture 1 ( introduction/concept/standard formulae)

Derivatives ( lecture 4 ) Chain Rule ( Composite Form )

Derivatives ( lecture 4 ) Chain Rule ( Composite Form )

Derivatives ( lecture 3 ) Rules for simplification.

Derivatives ( lecture 3 ) Rules for simplification.

Derivatives ( lecture 2 ) Standard Formules

Derivatives ( lecture 2 ) Standard Formules

Derivatives ( lecture 1) Introduction and concept

Derivatives ( lecture 1) Introduction and concept

Inverse heaviside function ( Inverse Laplace Transform) by IBRAHIM SIR

Inverse heaviside function ( Inverse Laplace Transform) by IBRAHIM SIR

Inverse Laplace by Derivative (Inverse Laplace Transform) by IBRAHIM SIR

Inverse Laplace by Derivative (Inverse Laplace Transform) by IBRAHIM SIR

Complex Form of Fourier Series ( sums ) Part II

Complex Form of Fourier Series ( sums ) Part II

Complex Form of Fourier Series ( Concept & formulae) Part I

Complex Form of Fourier Series ( Concept & formulae) Part I

Convolution Theorem ( Inverse Iaplace Transform) by IBRAHIM SIR

Convolution Theorem ( Inverse Iaplace Transform) by IBRAHIM SIR

Laplace of integral ( Laplace Transform ) by IBRAHIM SIR

Laplace of integral ( Laplace Transform ) by IBRAHIM SIR

Laplace transform.... Evaluation of integral by Ibrahim sir.

Laplace transform.... Evaluation of integral by Ibrahim sir.

Application of Laplace transform by IBRAHIM SIR

Application of Laplace transform by IBRAHIM SIR